Players A, B, C, and D are dividing an estate using the Method of Sealed Bids. There are three indivisible items to allocate. A B C D Item #1 $500 $470 $490 $530 Item #2 $320 $300 $310 $290 Item #3 $380 $430 $400 $380 A fair share to player A is worth [600, 400, 300, 200] . Player _____ gets Item #1. Player _____ gets Item #2. Player _____ gets Item #3. After the initial allocation there is ______ remaining in the kitty. After the kitty has been divided, player B gets _______ and _____ ""]

Players A, B, C, and D are dividing an estate using the Method of Sealed Bids. There are three indivisible items to allocate. A B C D Item #1 $500 $470 $490 $530 Item #2 $320 $300 $310 $290 Item #3 $380 $430 $400 $380 A fair share to player A is worth [600, 400, 300, 200] . Player ___ gets Item #1. Player _ gets Item #2. Player _ gets Item #3. After the initial allocation there is remaining in the kitty. After the kitty has been divided, player B gets _ and ___ ""]

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Players A, B, C, and D are dividing an estate using the Method of Sealed Bids. There are three indivisible items to allocate. A B C D Item #1 $470 $500 $530 $490 Item #2 $300 $320 $290 $310 Item #3 $430 $380 $380 $400 A fair share to player B is worth at least ["600","400", "300", "200"] . Player ["A", "B", "C", "D"] gets Item #1. Player ["A", "B", "C", "D"] gets Item #2. Player ["A", "B", "C", "D"] gets Item #3. After the kitty has been divided, player A gets ["no items", "item #1", "item #2", "item #3", "more than one item"] and ["pays $110", "pays $130", "gains $35", "gains $130"] .
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